A. Shalaby

most citedA Novel phase in the phase structure of the

(g ϕ^{4} + h ϕ^{6})_{1 + 1}

field theoretic model

7 citations · 7 across the 3 of their papers we have counts for

collaborators

3 papers

hep-th2007

Will the $P T$ Symmetric and Non-Hermitian $ϕ^{4}$ Theory Solve the Hierarchy and Triviality Problems in the Standard Model?

Abouzeid M. Shalaby

Very recently, the Large Hadron Collider was turned on. There, the experiments are aiming to test different scenarios for elementary particles interactions from SUSY, Extra dimensi…

hep-th2007★ 7 cited

A Novel phase in the phase structure of the $(g ϕ^{4} + h ϕ^{6})_{1 + 1}$ field theoretic model

Abouzeid M. Shalaby

In view of the newly discovered and physically acceptable $P T$ symmetric and non-Hermitian models, we reinvestigated the phase structure of the ( $g ϕ^{4} + h ϕ^{6}$ ) $_{1 + 1}$ Hermitian…

hep-th2007

Exact Metric Operators as the Ground State functions of the Hermitian Conjugates of a Class of Quasi-Hermitian Hamiltonians

Abouzeid. M. Shalaby

We generalized a class of non-Hermitian Hamiltonians which introduced previously by us in such a way in which every member in the class is non-\textit{PT}-symmetric. For every memb…

Will the PT Symmetric and Non-Hermitian ϕ4 Theory Solve the Hierarchy and Triviality Problems in the Standard Model?

A Novel phase in the phase structure of the (gϕ4+hϕ6)1+1​ field theoretic model

Exact Metric Operators as the Ground State functions of the Hermitian Conjugates of a Class of Quasi-Hermitian Hamiltonians

Will the $P T$ Symmetric and Non-Hermitian $ϕ^{4}$ Theory Solve the Hierarchy and Triviality Problems in the Standard Model?

A Novel phase in the phase structure of the $(g ϕ^{4} + h ϕ^{6})_{1 + 1}$ field theoretic model